10783342081
domain: N
Appears in sequences
- Largest prime divisor of Lucas(5*n), where Lucas(k) = A000032(k).at n=17A121171
- Define k(n) to be the sequence of integers such that k(n)F(n)=F(2n)(Fibonacci sequence) (A000204); in turn define g(n) to be the sequence of integers such that g(n)k(n)=k(3n)(A110391); finally a(n) is the sequence of integers such that a(n)g(n)=g(5n).at n=5A157696
- Values of A110391(5n)/A110391(n).at n=6A159583
- Primes that are Lucas primes, or that can be written as the quotient of Lucas numbers.at n=36A201011